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A rapid and accurate method for calculation of capillary pressure from centrifuge data

机译:一种快速准确的根据离心机数据计算毛细压力的方法

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摘要

Centrifugation technique is among various methods for rock capillary pressure measurement. In this method, capillary pressure data is not directly measured and it should be calculated from production data. Calculation of capillary pressure data needs conversion of the measured fluid productions to the local saturation values. Considering frequent use of the conventional centrifuge method in the industry, an accurate and rapid technique is highly demanded. Several interpretation techniques have been reported in the literature. Simple methods can be found with less accuracy, while accurate methods usually require time consuming analysis. In this paper, a simple method is proposed based on a semi-analytical solution for calculation of local saturation from experimental data. In this method fundamental centrifuge equation, which is a Voltera equation, is converted by Laplace transformation. Inverse Laplace transformation is performed assuming a sub-polynomial equation for each segment of average saturation ((S) over bar). The performance of the proposed method is evaluated using two theoretical functions for capillary pressure. The results obtained by new method are compared with the results from the available methods in the literature. (C) 2015 Elsevier B.V. All rights reserved.
机译:离心技术是测量岩石毛细压力的各种方法之一。在这种方法中,毛细管压力数据不能直接测量,而应该根据生产数据进行计算。计算毛细管压力数据需要将测得的流体产量转换为局部饱和度值。考虑到工业中常规离心方法的频繁使用,迫切需要精确和快速的技术。文献中已经报道了几种解释技术。简单的方法的准确性较低,而准确的方法通常需要耗时的分析。本文提出了一种基于半解析解的简单方法,可以根据实验数据计算局部饱和度。在这种方法中,基本的离心方程式(即Voltera方程式)通过拉普拉斯变换进行转换。拉普拉斯逆变换是针对平均饱和度的每个分段(条形上的(S))假设一个子多项式方程式执行的。使用毛细管压力的两个理论函数来评估所提出方法的性能。将通过新方法获得的结果与文献中可用方法的结果进行比较。 (C)2015 Elsevier B.V.保留所有权利。

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